Created
February 23, 2015 21:47
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Manacher's Algorithm
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def longestPalindrome(self, s): | |
pt = 0 | |
temp = s | |
while pt < len(temp): | |
temp = temp[:pt]+"#"+temp[pt:] | |
pt += 2 | |
temp = temp + "#" | |
# the up-to-date longest center of palindrome | |
center = 0 | |
# r is for range from the current longest center of palindrome | |
r = 0 | |
register = [0]*len(temp) | |
for i in range(1, len(temp)-1): | |
mirror = 2*center-i | |
if r > i: | |
register[i] = min(r-i, register[mirror]) | |
else: | |
register[i] = 0 | |
# expand from the current mid-point whenever possible | |
while i+1+register[i]<len(temp) and temp[i+1+register[i]]==temp[i-1-register[i]]: | |
register[i] += 1 | |
# check if the current range is the longest | |
if i+register[i]>r: | |
center = i | |
r = i + register[i] | |
radius = max(register) | |
center = [i for i, j in enumerate(register) if j==radius][0] | |
return s[(center-radius)/2:(center+radius+1)/2] |
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